Нужна помощь неопытному

Нужна помощь неопытному

Нужна помощь неопытному
 
Всем здравствуйте. Окажите помощь в составлении сметы неопытному человеку, который только учится.

Ремонт пола только вопрос. остальное более менее понятно
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[/img]
Изменено: Анна Набок - 25.02.2024 07:59:05
 
В чем вопрос то? У Вас же там ясно написано пенотерм - стяжка. 11-01-009 утеплитель, 11-01-011 - стяжка. Обмазочная изоляция тоже есть в 11. Если ремонт - то ж/б плита существующая, если иначе - то она в разделе КЖ должна быть.  Чистый пол 20 мм - это Вам к проектировщику - что он имел ввиду. Можно кучу вариантов придумать, но ни один из них не будет толщиной 20 мм, хоть плитка, хоть ламинат.
Изменено: Максим - 25.02.2024 15:48:30
Специалист, который все усложняет работает неправильно. Профессионал должен уметь делать вещи простыми.

Ричард Брэнсон
VkOkYaMm
Читают тему (гостей: 1)
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